A. Wasserman

collaborators

2 papers

math.AP2026

Three self-similar solutions of Yang-Mills equations in high odd dimensions

Piotr BizoÅ, Piotr Bizoń, Irfan GlogiÄ +2

We consider spherically symmetric Yang-Mills equations with gauge group $S O (d)$ in $d + 1$ dimensional Minkowski spacetime. For any given odd $d \geq 11$ , we establish existence and u…

math.AT2024

Universal Embedding spaces for $G$ -manifolds

Arthur G. Wasserman

For any compact Lie group $G$ and any $n$ we construct a smooth $G$ -manifold $U_{n} (G)$ such that any smooth $n$ -dimensional $G$ -manifold can be embedded in $U_{n} (G)$ with a trivial n…

Three self-similar solutions of Yang-Mills equations in high odd dimensions

Universal Embedding spaces for G-manifolds

Universal Embedding spaces for $G$ -manifolds